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arXiv 0902.0298hep-ph
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从B到pi pi,K pi,K bar{K}的树和企鹅振幅

Tree and penguin amplitudes from B to pi pi, K pi, K bar{K}

Piotr Zenczykowski

摘要:

树振幅和企鹅振幅的相对大小的问题是用B到pi pi、B^+到pi^+ K^0和B^+到K^+ \bar{K}^0衰变的数据来分析的。我们的讨论涉及到SU(3)破缺在最终夸克对产生强子化过程中的估计。这个估计是基于Regge现象学,它在多年前被证明在描述软强子物理学方面非常成功。接受Regge预测为固体,然后表明,企鹅振幅的两个部分的相对大小和相位可以明确地从考虑的衰变的数据中提取。这使得能够固定“真实”树木振幅的C/T比率,根据现有数据,该比率显示为很小(0.2的量级)。

英文摘要:

The question of the relative size of tree and penguin amplitudes is analyzed using the data on B to pi pi, B^+ to pi^+ K^0, and B^+ to K^+ \bar{K}^0 decays. Our discussion involves an estimate of SU(3) breaking in the final quark-pair-creating hadronization process. The estimate is based on Regge phenomenology, which many years ago proved very successful in the description of soft hadronic physics. Accepting the Regge prediction as solid, it is then shown that the relative size and phase of the two parts of the penguin amplitude can be unambiguously extracted from the data on the decays considered. This enables fixing the C/T ratio of `true' tree amplitudes, which - on the basis of the existing data - is shown to be small (of the order of 0.2).

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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